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We will now relax the coin- ipping assumption of the previous section, so that the probability of hitting the next level Lk+1 may now depend on the entrance state into the current set Bk This is certainly more realistic For example, there are situations where we might enter Bk and Bk+1 simultaneously, in which case this probability is 1 We study the performance of some of the splitting implementations introduced in Section 322 in the framework of multilevel Feynman Kac distributions and their approximation in terms of interacting particle systems [6, 7, 10, 11] We state a central limit theorem and provide expressions for the asymptotic variance for the various implementations, in the large-sample asymptotic regime in which is xed and N = N0 (assuming that this implies E[Nk ] for all k) This provides some insight into the issues raised in Section 323 The results are stated here without proof; most of the proofs can be found in the references cited above We emphasize that this analysis is not for a rare event asymptotic regime, for which 0; for this, we refer the reader to [9, 20] For simplicity, throughout this section, we make the assumption that, at any level, all the chains have the same weight (so no Russian roulette is allowed, for example)

java ean 13 reader

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The application is a multithreaded application (2 threads) that utilizes two different databases wrapped in helper classes (DBWrapper1 and DBWrapper2) Each thread needs access to both databases to be able to perform its work Because the

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java ean 13 reader

java barcode reader - Stack Overflow
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underlying database access API(s) are not thread safe, the application utilizes two monitors (via lock statement), each protecting one database To avoid polluting the sample code, the code that utilizes the databases are simulated by simply putting the thread to sleep for a number of milliseconds When you run this application, you will quickly see that it never finishes In this simple application, you may have already spotted the problem in the code, but let s attach a debugger to a running instance and see what is happening The first step is to dump out all the threads currently running in the process, which is illustrated in Listing 6-5 Listing 6-5 All CLR thread stacks currently running in the process

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As we pointed out earlier, splitting can be used to estimate expectations of more general functions of the sample paths than just the probability In particular,

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